Arxiv
| Presentation Name： | On completely scrambled systems |
|---|---|
| Presenter： | Professor Piotr Oprocha |
| Date： | 2017-03-08 |
| Location👨🏼🚒： | 光华东主楼1801 |
| Abstract🧍🏻： | A dynamical system $(X,T)$ is completely scrambled if all non-diagonal pairs $(x,y)/in X/times X$ are proximal (i.e. $/liminf_{n/to /infty} d(T^n(x),T^n(y))=0$) but not asymptotic (i.e. $/limsup_{n/to /infty} d(T^n(x),T^n(y))>0$). In this talk we will survey recent progress on characterization of such systems and their additional dynamical properties. |
| Annual Speech Directory： | No.21 |
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